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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-67310821_dpp" unitRef="pure">1.12</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-67310821_dpq2" unitRef="pure">-1.33</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-67310821_dpq3" unitRef="pure">4.22</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-67310821_dpy" unitRef="pure">13.41</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-67310821_dpy2" unitRef="pure">11.58</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-67310821_dpy3" unitRef="pure">11.85</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-67310821_dpy5" unitRef="pure">16.14</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-67310821_da" unitRef="pure">-2.44</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-67310821_dpy" unitRef="pure">-2.44</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-67310821_dly3" unitRef="pure">-4.08</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-67310821_da">2026-03-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-67310821_dpy">2026-03-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-67310821_dly3">2025-04-07</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-67310821_da" unitRef="pure">1.42</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-67310821_dpy" unitRef="pure">1.42</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-67310821_dly3" unitRef="pure">2.59</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-67310821_da">2026-02-04</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-67310821_dpy">2026-02-04</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-67310821_dly3">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T12026_V-67310821_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-67310821_daa" unitRef="pure">10.54</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-67310821_da" unitRef="pure">10.54</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-67310821_dpp" unitRef="pure">6.46</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-67310821_dpq2" unitRef="pure">7.55</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-67310821_dpq3" unitRef="pure">16.05</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-67310821_dpy" unitRef="pure">10.27</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-67310821_dpy2" unitRef="pure">8.27</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-67310821_dpy3" unitRef="pure">8.50</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-67310821_dpy5" unitRef="pure">9.89</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-67310821_daa" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-67310821_da" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-67310821_dpp" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-67310821_dpq2" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-67310821_dpq3" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-67310821_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-67310821_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-67310821_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-67310821_daa" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-67310821_da" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-67310821_dpp" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-67310821_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-67310821_dpq3" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-67310821_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-67310821_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-67310821_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-67310821_dpy5" unitRef="pure">0.02</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T12026_V-67310821_da">BENCHMARK DIVIDEND FOCUS</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-67310821_daa" unitRef="pure">11.77</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-67310821_da" unitRef="pure">11.77</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-67310821_dpp" unitRef="pure">6.98</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-67310821_dpq2" unitRef="pure">8.82</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-67310821_dpq3" unitRef="pure">17.25</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-67310821_dpy" unitRef="pure">11.35</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-67310821_dpy2" unitRef="pure">8.60</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-67310821_dpy3" unitRef="pure">10.03</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-67310821_dpy5" unitRef="pure">10.50</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-67310821_daa" unitRef="pure">6.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-67310821_da" unitRef="pure">6.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-67310821_dpp" unitRef="pure">6.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-67310821_dpq2" unitRef="pure">7.00</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-67310821_dpq3" unitRef="pure">7.00</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-67310821_dpy" unitRef="pure">6.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-67310821_dpy2" unitRef="pure">8.47</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-67310821_dpy3" unitRef="pure">8.61</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-67310821_dpy5" unitRef="pure">8.85</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-67310821_daa" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-67310821_da" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-67310821_dpp" unitRef="pure">0.40</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-67310821_dpq2" unitRef="pure">0.40</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-67310821_dpq3" unitRef="pure">0.40</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-67310821_dpy" unitRef="pure">1.55</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-67310821_dpy2" unitRef="pure">1.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-67310821_dpy3" unitRef="pure">1.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-67310821_dpy5" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T12026_V-67310821_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-67310821_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T12026_V-67310821_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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3eGhk7z6e9AchKqqqQjoe+ye7BFBiERl1IvteLI9gfe/u/P2j/lrhfvnzZz68hMs6iRYtaFfeFCxeC5Q4AwKcYMXePi2/8y9dvSQqaoshcXYet6jz0wxylY6bsScsONX6cvOxQy/wbX3VRYfAxMoue8cQgLKo97XPLy3uzHaVovFXBEUQKe2N49MG4O50Z/LSCwp9H3P9qgagehmUAAGgnYoqa3Uasnr/qVOOk0+zcd1EJHwKgW9K95uqd/CA7K45T+IHfau/l1bVECgtptPDpM63AsPassisqDl0MkLGvHRx2IBZ/0nvqzl2MwnpYVPzfH71/94Fqy3pra2t4oAoAQHvAwyjWez2OnLe31QZCr2itrZcbP87QOhoel/at9p6U/64vx7G6rs73xav5Pu26ZgxydFXzC57q4bvQN8j+AR73sbiqaolfcFXtfz/k/q1dIVt1iGxaU1RUZGhoqKqqit7BFRIAgE9RXPKepKAhO0Sv02Dd/IKSVtu4+cct23Ch8aP85M3xyd9srpD5vfQBXDxvhufzl0OFbq22WRUagUx15yx8alVhZSWRzI7Ozu3FEhDIrNN3Uv6/BxAmMQEA8D1y5DKLpKhZUVmV+fyTOee8gm4vMjj3d33+ozV7zcUHaj14/PJbdYCW8Vg01I70mkRl57x/37JND6agM4NHz3ic/f79tsjYnmxHVJmc/84kKeV12XsQdxB3AACaY3iasnLH1bbb+IUlzV+NS8TzV3n4FCc5jbq6bzYAohMUvjQguEHEWQKNgJC39c4gTRkudB8icCNS2ddT08Uo7Kkevt/PAQRxBwDge2TCEqOth63abhMUlTJH9wQqpKRnqczc0W3E6m/YgZXBEWcSG6IOjHb2JJDZvMdPm7WRpfPPJqZI0Dh/efkTyKxvmEcJxB0AgJ+Qu/cze48zcPOPb7tZWGzqTO1jqGB0jtpqvDDyw0cdEtzfeEL5+iymc70DkVibpjQ8nq2pq5vjHaAfGrk6JLI7kx/2Bh8pIlFYGJlVVVur5hvUkyXYHhn7XR1DEHcAAL47xiwwFFPUjEv6zNPRqNvpU9XxMGHz9U+rb7zYsoF5Wjrxc7NDc8vLI7NxsfZ/+RqJtTiVjQpTPHzXhEXmNxmHQQqOlhLxF3uSmw+qkaBzRYXhTu5oUdLbdyDuIO4AALTF9qO2FjTPzzaLT340cckBVNhibGXL8WvZ4Nb9hyQKp7S6uo2NbI6M6crEZ8X7vnw1UuiBDPar9+5PcPWmPXrctNksL38JKge11AgI3REVhwx2cSpHtOjk7aRlASHf2zEEcQcA4LtDf+91plMrcpn67qOpnompT8ap7UcF3R1X+O4RzRoj/VUPCEWKvDo00qneW7FV5vsEkShsm/QMt2cvlvqHjHL2XBcePdndJyYnr2mzia4+f7p5owLn8dNVIRFbI+Mbxf37BMQdAIDvjuUbL7j6xTWtqa2rG+WMm9U55eXX7t0XVaakZ42qn980TfOwk3dMs43YPXiE2vdgCYgU9sqQCGSP4+MqFHZc7tvGNn4vX68OiZSicVUErsxHT/RDI88lpRy7nTRU6JZeUNRsg7X1rjisR5mSdA6JygFxB3EHAKBjDJq5g+Uc2qwSSTMS67A3ORiZnVZvwjcm1es/fj3dMbhZe6TCOsHhar5BSIjRut1Z/E50HoHMvvM2v1GsMQprkMB1e2RcZyYPtZnk7mOR9mBXdLwYlf2pgDCBL9+IUVloRd8Xr0DcQdwBAGgvPUevlVDWjoxPb1pZU1dHorD7sB3ZjzOl6dz4XHzMJCPz9aCZ21Fh/CKj2ymPm21njnfgJDcfpO8kCqsbk49sdvbjJ3O8/P1eNOTMw5+gUthiFI5teoYElTPa2eNScuqNtHR0PZCgcmvb7KRWYNjDwuLv+TCCuAMA8B3x4NFLooImJq9RXf1BXWNy8kY5eUhSOQMdXDZFxMgweM5P8TH0R5mv+vyx7uXr/JGqe+49eNZ0O2FvspGRfiQhcawzHra3sR4pOBL0jPrYJyZJ97ow+b3Zgpz35agy8NUbVHkxOVWB5yzxfQ+5gLgDAPCD4RF4u9eYNf3Hr29aKUXjdmM5dKLzRjp5GMXd6cFyWOQXxHyUmZT2FJNX32JsrTJj+6OnH+WwjszO6ccVoqvCmcSU+b4forFrBoRK0rgp7wrOJt7FyKyF/yxKLyiqqR9SR+b8cKGHyMcRxB3EHQCAb4Or30exwEQg05tE5SCJ78USiFE5w4VuvTmC8a747CQDwxt0x+Df/9z44vXbpqu417u+tLqLQQJX89QH11LTpencLZHNH8NGZecO4DrN8PADcQdxBwDgm7F8w4Wx9d6NjbwoLSXgXi4sZLwrC1xJFM40d19UI03joqUbD1qSeQG9xqzNy//IuQWZ+SoC11Z3Mcc7QIbGwcjsfTG3W85vSnr7rj9HaByfCOIO4g4AwLehsqq664hV+8/SGmticvJCXmd3Z+F2+kAHF6enz5bX2+N38t4idS6orNx62NqG7dt5mF5xyYcojEiyxSkcSn1E9ZYcSUgUOd4cTmhFwTOKirszHb4gIzaIO4g7AACtI6mygiivWdREpjsx+LO8/PtyHNeERg1x/CioeicGT4HvvPO47YrtV4jyGlXVNY2LFvgGEZs8RG2G/cNHUnQuuhXQDgptufRBYTGxPm8qiDuIOwAAf+vvNV+y/vxXbkRMUbvH6DWNH6XwwRNWf45QIzBsVXDEcKF708Y7IuNJFPbyS9Qhs3d0Gf4hsarvi1ckCqsnU/CpvbwoLSM/fNSV4eDw5GnLpcVVVXO9A/xfvQZxB3EHgF+RB09eJt7LFJVz8goxOfVOQ3RNrZx++3Pjl20wPC4NU9CobZKRjlSfjxTp+/bIuPyKipelZR+b2EVo0YibjK7DV52+7tBYP8HVW5z6mXgyvwIg7gAAfAm9xhgQFTRF5dV7rvUYtYakqNF9pD5RXqOmprajWysqKdPZbjZm/r6mlZ3ovGsp909+Il/dy7IyApk1y5w5aOZ2//DkxvrNETG26Rlwgr5xDtWmlRERERs3blywYMHWrVuTkxsOfXFx8f79++fNm2dkZAQ5VAHgxwWpucRAzdpaXMenax3ZcOAmsqAxOQ2JgSsKiko7ujUrpg9BTn2m1tGmlUQKu/bTmZWqauuW+odMukyWHaIXFvvh+ecS/2BBZhacoG9puTcT9wsXLrx48aKioiIwMFBLS0tUaWNjY2pqimQdvaMyiDsA/KBID9ZBpvrDJ6/q6uqmqBszhSGPnr6xYftJDNT2DU3q6NZcfGOXbjB5++6DwVdeUyNV7+zYBmcTU0act8bkNWITHzbcAVRVIXOe/BAs939T3BuurlVVYWFhGzZsEH3U19d/9gyfJZyVlYXKIO4A8MNxwdJxjt4JorzGmAX7klIztx+1QUZ3YERDRrq+4wwwefUHjzqWqJrqELhuv0XTmvyKyh4sh7bXMktJG3rBFt0uJKY+EdUEvXojy+BlFpfAafp3xV00VrNs2bLMzIYHL2pqahX1yU3QOyqDuAPAj4WUygok5bJDVo5V2680bevpa/wZmofX7DUXjc/8XR/QERnvU5YbN65S3cRJsSVnrgtsuX7oCqGx6VJj5fvqao9nLz8bU/dm2oMhl+xRf9IyGsK1X7qbOsbZE07Tf2G5l5WV0Wi0PXv2tBT3hQsXNmuclJSElJ3P54O4A8B3SF1dHUlBU3qQLrLNWU4hc1ee+HPpQUll7WUbTBrbDPlrp8LkzYvWnpVQXiHwiFyw5gwSX1T41AallFcQFTS1tlzadcIO1YRl5wwTuk929+3E4Ck6uLbdH/LDRyqmZLT9xsAymoGhi/yC4Uz9F+Iu0vcFCxbAsAwA/LhsOmSJxDc7t6DHKP3nr/MOnKO9fVfMdg7rMnwVUUGj7P2HXKMUfsCpa7zFBueQ5vYavWbDQUv5yZusWT5s59A+Yw2cfT6K5dJluB4mr9FtxOp+f6w7a44Pwvi+fEUgs7oxHSRpXPbjzLZ7tT/2dhcrOtrR81d4BOCA+iSoRxKS4Hz9u+J+5cqVnJyc0tJSKpXaaLlbW1vDA1UA+LFgu4QhAZ2wyMjJJ1pmsG5jvaNnNCan3nX4qorKqqbt/cOTOw9Dqq2OlsoM0hk+Z7eq3qlVu6+LK2vJDtZFFwPPoNuiln3HrpupfVxcSWvSskOih6JyfGdZOq87my9OZcd+nOiuJcxHT+SuUlDfXr7Bo4bph0b24zo+Ky2FU/b3N3eFbOoQ6e/vr6ent3jxYmNj49evG26aioqKDA0NVVVV0Tu4QgLADwHfPUJhypY+4wwM9t8QZT5CjHH27ETjNh1bb9oe2eNiSlrdRqxCyjtN82jf8Qa9xxqMXrAX6XjvMQYXbwlFLXuOXpOXXySlskJlxraHT/DERiQKW9nBBb3TMh5/tmNOT58NtMAt92f1lvvO6PhTn3CKB3H/Ksv9WwHiDgDfFbo7r0xcekB8oPagmTu2HrYWVY518ZKl81tt/66wlCkM6T1m7Xoji3VGFk4+MUh/CXIa1+zdkDk/XfOI8vRt5eWVu07aEeTVa2vrJAZqkxS1sl7konUlqBzbB49IFE7Ku4LPdsw16/nygNAnz7JFj3OHCt0MY2/D+QJxBwCgXSCBPntDIDtkZedhqzwCEv6ud0LvTOe37YcuM1h3/qqG/2/ag6zdJ8g1NbVPX+S6+sX9sciI7YwP9QyeuRMtVZm5naigUV1dU1xV3YnOC8vOWRkc0Z6OeT5/ubjJ49MFvkE+33deUxB3EHcA+FoS374b6OByIfne129qwMT1yjYs8cNXJZV13r4r1g0KHyZ0I5LZYlR29T+hYCJzcoJf5zRd68JNYXhcWsutpaRnjVTdg0z4TkNWam81RTWPs7K3HcGfwA3gOmFkVvs75vvi1YImWZb+dPOOy30Lpx7EHQB+ZoY4uhGpbEna1+YCraurE5u6SYLK6WxqS1LEg8lMdPP+jY+rMJHCSi0oRDV38wuQFS/evryj6Y9eYHIayFS35wQ0WyRN49p+Igh7qwS8eq3qHdj4sQuTH/O5Z7Ag7iDuAPADU4uHVORwHz8lUdiFVVVfs6lxavtIusYSVG5nS3r/P9bnlJdjFJY0gyvL4PfnCo/W+x0OdHBGWt+P49ieDVZVVS9dbyL0jm5W/4eLN9bB3oa8zv7Ly7/xYzemw/MScJUBcQeAn5d+bKFofKMfV6gREHrr/oM2Gs/XP6OxuWF26NyVJ2atONZ0qbiSdl8z+9HOHtJ0rt2DjCnuvuIUthSd65D5TDswbJl/6JrQKBKFhUx7IpldXVv7ZR1OLyzszXZEl426jqwVkZ0zvUmyU2T4v6+pgbMP4g4APy3qAaEnfMNHqe4ZKnCXoXOW+YVcuptWVdu6cnYeqtfvj/Wi8uTlxj1HfUiXUVhUKjHBQIzC3hsTj+S7Pro6e5yrlwydG52dey4ppQ9HgBRZls4LfPWmB8thR1TcQAeXL+gwNeOxGIXj9aJjEWmic3LRxUZUrqmrE6Oy4dSDuAPAz8xoZ88ZB8xJihqKLCeMwka6SSCze1BacW7Jyy/G5DW6Tli3+QLNYP9NyUEr5CZtalx69DILs6ZJ03gVtbXogoGUvROd17iU8/gpgcxCtwgOT/AQuz3ZAgUHp77sTw7OvK2oyCpufdhEkJmlHRTW0a8Zn/t2ops3KjwtKUF9Q7cOcOpB3AHgZ6Yzgzdy41mk2sRxa8kPH3Vh8sXs2QQ7Zie13fHJGTU1tRcshaKcR3h6DVNrzIKM3aIRjl2TUtHpM86gcTsq07eJ2TKt0vG5o+OcvZGOSzR5asp6lClFYyN9F90RLPQNJOC5kz7p7qIeGKrs2Hq4GJv0jC0dT1ua+DZ/nIsXKuyOjpdlOEhQOXDqQdwB4KcFSa0EjTtiwT4H9wjpQbonHfyQKMvcpBHsWYQzN1x8YsveVxDkNHLe4o4ussP0iJYUElpkTRe/SVnq4o1tbfjThcWmEhU1MTJTlDHjeEKyBJUrx3NqYrln9mQJgl69aawpqKj8lM/M/YIiEoVNpLAUHZxbLl3sFzzLy6+j3/Ru/rvR9TEg1XyD9EIi6uDcg7gDwA9NVW2tDJ1HJLNmevq3VLSw7GzMnonJaSSlPf1zycFuqruQQU1Q0Jx2lU64aivwjOqDZ8jTuE5219lhJqGsjdkykfoj6cffySzsFlUUCGzcQkPM2LTpQHbyu3fhb3La7pssg1fcmsfL6cS73VkOYlQORmFVtXjuuj0q1iwlraPHIa2gUJQ1e1NEjH1HfChB3EHcAeB7pKy6WozC6czkYR+PMj8uLj4Yn3gh+Z70DfIc3ROoZujsnYTRq0nHrxPlNffYOhPOWujuuorJqZOUNH+ftBGTVycM18PsmDui4ySpXHzUhcYhXrc3p+LmsMrM7SQyu50Ojo1I0bhdmfyziXf3/xMJ4Pjt5NjctybJ97SDwvLKK5Cxj96brYU02rTj4v6wsGiwoxsqaAWGOWY+gx8GiDsA/Njcuv9QmsYd5+pJJLNVBA2j2LG5eVfu3Zehca3TH/Y7eSMkGp+bGpv00IbjJ6aorTRt66PCIpItU375AbGBK9Q4rtKDdTBjs8EWDAk75t/13ibjXDzPJCYTL1v3H4+nTusxao04hX0jLb1DfevBFKBLjgSVg24CqmvrtkXGIVP92r37SNxFwXiVBa6Piz4EDZzrHWgUd3uci5fz0+cdPQ5oO8r1Xx8dBPqjx/DDAHEHgB8bnaDwmZ7+jIwnkjQOgcJ6V1mJG+mObiOd3JHhjPSUtPO8V/AdUePbKY8xeY2cvMJnJaVIcBX1jg1YZIgPvwxfSbhJRoVBArfGLWeVlPam8ZZvvJD1Ihe7eIvQkWAAIgY5ug0SuIq8aNaHR3Vl8XuyBUh8Ffkul+tt8wFcofvzF43tuzH50z39/nDxuvM2v6P7uveuUJzKQcdhiKOb13OIKgPiDgA/MjbpD5F0bgzHs14M4DkhG1k0ItGdKSDgIQHYc70CsO1nqv5JbheVkC6m2JChXs6Sgc3ZJmpmnpLeicZV4rs2uoojXpeVSVE4M7SOSCrriJ27efFuh0PTTPXwXegbhNWLuzSNJ0Pn/uHqTao35A3C8FmpY509zyU1bFaB74zUmUhhIfV/VFTc0X29LCvrynQ4eSd5rItn0tt38NsAcQeAHxiD0Kh5PoE1dQ1PUpGuTXH3oWY87oQ/YsXdUcY7uHVbcaixfV1dXWlZuag828lr8KmbGJktSePO9w5E+jvLy3+Km09j47LqarQRKRVdSWXt3nS+a9bzL+gh6ltMbl5nBk+sftLTRFcf9I7M86f1eauX+oeIgj761SdOkqJxkL53Yzq8KC37gn1tCI+mPHw8VOiWXlAEvw0QdwD4gRnk6LorJr7x447IOGQUT3TzQXo9ztkDiTv62FXvSKvrTnD1QsYyktRODJ6yoytGYfGfZFEyPvIzkaJyuoxZs/OYLWr5tKTki/vZnyPUCgwjklk7o+N/435woLRMe7AmNNI56zmBwqpXf/w2AvXkXUXFF+xlS2SsbXqGIt/la7oK4g7iDgD/f2QZvJCP/REv3k2V57uIPGcW+gWNogo2H7Jqdd3DCYl/eQWcuJ18LimlH1c4oInmNtKH6SA7cYNfWJIYlVNY+eVBx6Ro3CV+IRktEq6duZMix3P2f/m6N9tRmY+PxV9LvS98mvVle0FXDnS16McRvnn/Hn4bIO4A8KNS9/ffMnReSVV100rWo8wuTO4Mz4ZJQOqbLq7afa3V1S8k3xvAczqSkHTqzl1kMq8NjWrZBg8gc4PsH58q2WYujs8y3tVTM7CViAIJeW/Hu3qRHzzSDAz9+gOyLybhemp6N6ZDQf1TZeAbi3uz7KkioqKiNm/erKamtmfPnszMhizmxcXF+/fvnzdvnpGREeRQBYAO8acbHgCgZehE16znSJHD3uSExtwbNmfX8g0XTl9rPQEeMnL7cBw5j5/W1NUVfkINjUJjiEev8RPuNZ2M+gXU1rU+Y/R+YZEYFQ9aoPRFIcaacTDuzoW7qeguoRziQf57lnszcT969OjDhw/Ly8v5fP769Q0x52xsbExNTZGso3dUBnEHgPazITwaaeLNtIfN6q/fuy9G5Vy1d+s+cjUmr9FjtL7QK7rVLWyPjEOXh7YzWliE3yYcuTqc69KfI/w3vsX7mpoBHKfxrt7fZGtHE5LkeM6N8W2A/0LcG0FSvmTJElFZX1//2TPcbSsrKwuVQdwBoJ0Is54r8l2XBYSILOLxi4w6D1n5Jhf3/0NG6938giF/7cJnnOKpqNVpgqBWN5JRUHTqzt331W0Zub7PXsjYo/sD9hhnj+//sJy8kyzPc/4m2QRB3Dss7gwGA9nporKamlpF/TNx9I7KIO4A8FlKqqrXhEZ2YzogozsiB3+UWlNTiyloSCqvYDt/+LPM1j1OVNDcfYK86dCtnNyCL95dZHZuJwZvb3TCp8ZVvit2R8dL0ji0DJie+p+Lu6en59atW8vKylqK+8KFC5s1TkpKQsrO5/NB3AFAhCydK4rnRaSwG+dwVlRWIWVfvO78yasfoqvP0DoqM3jl1+/xdl5+V6aD+7MXP8TxWR0aiY5P2OfCmYG4f2NxFwqF69atKywsbKyBYRkAaD/IdsYoeB7qs4l3Zejc9MKGeTqvsvMHTNgwYu5ucSWtxsaqeqcCIpK/fqf33hV0ovOCX2f/GOIegot7XO5b+LX8d+LOYrHWrl2bn/9RvAhra2t4oAoA7eRdRWVXBk+Gzqv5eITE2SdadqieiaWQpKBZ98+iqeqHIxPSv36nj4qKJWnc+B9ELvVCIpC4p7wrgF/LvyLuf31Mq5Xv66cYFBUVGRoaqqqqondwhQSAtvF5/rI7y6FlvWfg7dn1EX2lB+mwnENElcNm74pNevj1O73zNh8js9MKCn+IQ6QTHE4gs74gLg2I+98wiQkA/l/YPcj4070Vl8E9J+2nax5GBdkhupiCekFhafzdDAll7YiE+1+/0+rauj4cx6T8/B/iEOW8L0fi/qykFH4tIO4A8B0xzydwQ0TrPunrwqOQbI1y8mxuzockygzW0dt5FZX7j19PlNeQVNZWnLqZqKDxax5DjMx6XgriDuIOAN8HdX//PdrVA/tYvu8XFGkHhYvKqj4Bi3yCy1v4pM/UPi4zWNfJu+GScPf+U2Szo5pP+bb/9KwLjy6pqoJfFIg7APz/eVhYXFJVjQxzeQdnaSp3VQgeApf35KkYHrOXXfePuF9P/egBadbLXKZTqNSgFVfsXJvWX7R06jRYNyQGJvIAIO4A8P/gbUXFYv+QPhxHJOvSdC5GYZ9PuofVh70NePXmTPK97iw+EveZnn6FlZVT3f38X75uuvrk5cZiSlpiilqiBNaNsJ3DxAdq5xdAzFsAxB0A/nOyikt/5zmJZiRNdffFyGwZBi+1PlGcPN/5bGLKWGcvneBwFYEbkvt5PoEkChspfuPqF6ycpFR0MDl1mcG6zbZMdwzC5DUqPw4VCYC4g7gDwH9BP66QQGHtiI67lpJWUFkpCiTwN57Z7v2O6PhjCclSNI5J8r3K2lrcrqfhE1ObOoFsOHiTpKjZY6R+bW3zqAChMff095rDEQZA3AHg/4AkjStGZe+LTWi5aFtk3ACOkEBmv6+uQcqtiGfeYI2qj9vlHXzHzT+uurpm32nKFVtXOIwAiDsAfEc8Ly0Vo7AziorLWgs7vtQvBFnrig7OLRfJDl1JkFefq3dy+Jzdhy+y4EgCIO4A0DHyyiuWB4Q0xm/5tpxJutvv0+HRy6qrzZLvJ+a1Mm9o2F+7uo5YhcmrSyhr+4QkwmkCQNwBoGMsCwj9VOa5RuweZowQui/07bBH+faouBVBzXPOsZxD1TddsKR7tbGizGDd3SfsJVVWdB666uUbCI8FgLgDQEeN68SUcS5emgFtJfbsy3HEyOzpHr4d2jL38dMeLMGu6Phm9eIDtUmKmhqbLzbWVFVVZ73Mbfy446gtSUHj8EVmv3Hr4AQBIO4A8CWoCFw1A8MMwtqy3MWpHAKZNdKpYymKZnj6kSjswCZ+jYiQqHuYvDpJQVPvn2TWp6/zMDl12SErUx8+Ly7FA+2t3Hll/YGbJaXlTRUfAEDcAaC97I25jVR7iV/oJPe2cnt2YvCO3U7qzRZ0aONrQqMYj56ERt8zuemIPq7YbiahpF2fD09jyfpzff8wEDUzNmGMmbdXUlm7y7BVWttMNx6wRG2Om3Hh7AAg7gDwJVTW1hKp7C4M3u7oODmec01d3YvSspbNqmvrxKjsp8UlyH6/kdaByOl92cLdniHITifKa+S8LZJSWdF1xCpxJXyiqfEFJibfEPBrirrxWsMbRAUNSZUVc1eeHDN/37zVp2pqauEEASDuAPAlPCgslqXj+erSC4qGCt3CsnOQiDcuHeLoJgrmpe4fQqLg9V0YDkv9Qtqz5era2tjcvC4M/vqLNCTi6DVObT+SeDf/uKr6CaVJaU+Jcpryk7agMlJ8miB42OxdyGDvM3YteqfwA+HsACDuwK/Lw8Li8tb8x9vgTdn7Mc6eFfVr3XtXMNLJ43155Ukb5+50Hi3jMZH8waN8oIML+miemj7J3Vue51RTW3c99f48n3Y5zHg9f1mf/pQ1canxsg3nVu4wQ5I9Ts2oaRsxJS1MTn3zISsk+m/qE1sfN2WJKWpN1zwKZxYAcQd+aaRpvKEC9994TpJU7sbwyNUhka02q/v779R3BYWVlaicVlBIpLB9XrxC5YBXb6Z7+J64wiUM1CKQmRiZhV7LAoJFa/3p5t2JwevPE6p6BxJnbyMpag7ee7k/11G0dFNkzJ6YhE9dPxR4zr3YAgUav8swPRu2H6r0C0sOi01r2mzrYasJiw+s2Hq5+4jVovgw1dU1fcYZnLzCgzMLgLgDvyjIYI/NzsPIbGRcS9K46EXAI3Oxy6qrJ7p4y/NdKms/jFn7vXqFlmoF4v7mPdkCcQrH/+VrzpOn26Pwofa1+25MWW5MtGeJ09gkCluK1vAkE7U0jU2UqPeTIS7YhclrjFI/hC4Moi13YfBRy8ECt7oWfevO5KOeLPUPmbrcWGKgdnbeJxPXbTxg2XvM2jUQHwYAcQcAEWp+gaIwW0jHkSIr8p2R1PZmC0Zfp5EsKAR71mrBhylCY5w9kR29Izrub9xjXYgsfeP4xC5Mfg+WYHlAqMLkzbN1j2NWtFFOHoaxt7sxG5KXYrZMbPhKzJ4peeEWNlCTpKilOGULRmGj/cZk5yoLXJDQk/4Jwt7Iofg76Hozz8v/EN19xNw9lvS2nHCWbTTB5NTnrDwBJxT4vsS9WWrsNiqLi4v3798/b948IyMjSJCNyMsvOnWV33PMmuNmHPg5fgEjhB4jnTzflL0vqKxUEbiOdvbsyRJ0pvJw+92aRjh+bRf3g6pOdPOe5xM4XIh7qaNrgHpA6JnEFFEMXvPktC7D9FhOoYP/2vnsVZ7uzitIvq/fS1fiu2B2zBFzdmOT149V209S0AyOTvl94kYpGkeB75z4Nh/tFL3Eqdy35R/FWFf1QVcdtlNgHO7yKK8eHtdWdtPbKY/9w5LhbALfqeXeTMdbrbSxsTE1NUWyjt5R+VcWd1u2v/Qg3cXrzqHbfKKCptE5GvwcP4VrVtYiv6DaupYjH7heh7/J4biE570rRrLbhcKRoHJkjEyx67ZIsvuaWG8X+PCfPJPnOf/h4t2D5TDilKU0lRuRnS1O5RyIu3Mx+Z4kjTvd2YswfRMS7pev30oP0gmNvUdS0urDFoimLGEW5NjEhzJDViKZtqB5lJSWo1O2+Lz9LC//wFdv+nOFr8ved2bwY3PymnZsQ3hMd5bDkFk7+/2x4YAJHU4i8JOLu76+/rNnz1AhKysLlX9lcV+24QKxXta7jViNVGP3CXv4OTbD+/krkTu5OIWD7OuW4k6qHxtxScvA5NXV1pwVH6hFuG5LQpa4nMawA1clKOzhpmQ9ltugCzb1A/H4Y1JskC6yxE/dSRkpcJPYeHKdd0g/jjD6zoPBM3fez3iO72ug1iyd45icOlFtNxL3oUI38amb8guKz1s4XrNzr6vvwwjVPat2Xxvh5H7sdrK4PXP/JeZ4V6+EPDzwy528/J3R8c9LylYGR3AfZ46db8h3i4BTCfz84q6mplZRgd+9ondU/pXFXWX+3t+2m2AaRgpcpx5mdntPUf6ud5NA7+/LK7/VXt4VliLjsWV6h++fIwlJUjSuUn0U3D4cRyKFbRAW3bj0aXHJ71whEt/E7Dx7jr94/YRPZFCrzN3VS3XnKNXdT1/koO8sf5OOPwW9RRUzNiPYMAhWVNkhK7GblMnuPsTj17BVh6exXWTsWBuMbv42caNoy+JKWgR59X7j1xEVNHhu4ZduOUmqrGjWN3Oyh/K07cT9lyYKPQn2rB7jDFS9AwNe4SnxDsXfQXtcFRKhwnUmqRuiXoVCalPgVxP3hQsXNmuclJSElJ3P5//04m5yUyh+9CoyPGWu2iGzVMKaQRi5+nV2vtQgnUtWLkQ5jYS7j77JjroMX4XJaVy6JRRNfP/+MU1J9atPHIpsYUkaZwBPeK+gACn7WBfPzZGxjc2Yj54QqXjq0VmrTpIUNBQmb0Y2MklRa9IyY0xB48D5hmGQkZftCXYMzIIy7SbLwNC895i1wVH3sKu2XZkO3Taf6bXlrLwFHbt4q+fotTuP2YpWcfOPm7vy5OGLTEnlFUcvstGtVZdhes06SXcMQgdWfMMJKXRLcc2u77h1gzlOJkm4iFvdfzhE6NqLLRC3ohFmb/UIiAeVAWBY5qey3NuYNY6MSvyuf/0JpE34qC4FHzGQ3nUeKRSyPXedsCfIa1y0FLZ/X9Ys375/tBI1sLq6lqSg1X2UvpSKjvRgnR/iuP3GFZKobO7jTBWB69DTN/Fxc64Qs6aTtp0ZIXBrbHYuMWWJf7D2nqsSA7XRa+Hac6L7nl6j1yLTu7HZ0GM3sVs0gi1jgS2/8bxgJ67j5vz4NdOu0KXJLML5m5i8uvqmi816ornl8uj5+7qNXN2yk0+eZSPrXnzfRXQGFZca4Y9Mjc0uJKegRZfupmoHhhHrx4tGLz0IwQOAX0Xcra2tf+4HqqJxFYFnFFFew57r32qb1IfPFKduNQiN6s1xJJLZDwoLe7AEnbecxWMEHjSdfI0uMXzlJuNb7d/pnJUnpQe1ot0uvrHI6hwxdzcyZqVVvlNxf1FaNsjRdZZXw7Ea4+wpVe+rjnSTOH9Xz4tW4lQuwZqOzdnW87Jt41prQqM0A0MllXVkBq8sKStvrPcLTRqpuqfx43IbB+INe4I9c96ND+EEZmgdRXKMjtjkm7jt32mXyS2Gd87b5k7oFlRPdNOjNG1Lq93uPlJ/1K5LMmTOgAkb7j96Qdxy+srdVFS/2juYtP8SwZ7Vbf1JCB4A/PDi/tfHtFFZVFRkaGioqqqK3n8+V8jSsnJJlRVIEUgKGsg2/5S4m1M8FNT2KfCdRZEIK2tqD8Undt10WkxRk3TFtituVzIJMzcju7s9O2U7h81deVJKWWe+/pnDF5lNFwm8oqZpHKkfBKsSU9T6PkfeBzu6kagcaTrvXUXleFcvaTq3M4OPNFeCzOo9dm1Xw8skeya24bj0vJ2YDd3r+UvRWks8/QcamaEbnaqqtqIOlFdUvc59hw7yRGtu05sq//DkgsLSK7au6psudBuxutV1s3MLRqru3XjQ8lMbNzpHG7tgH1FB4315JcnguL5XID3jSX8bFmmfCfGPtSRFTc+g2yAxwM9guX8rflxxP3mFJ66kRcSVXWP+6tPWrNZTOpyme4jijURn56YX4gbjuaSUzjvOddc/RiKzO5+xQHYfatBj9Jr27BTtrj54rLrEQO3hc3aVvv/gbX2d7L5y5xVUqKurQ+L+fSZpG+fiJU3jdmfx6yf9szEK2zAwovvG0wMNTs3RPUEyNkOHotPQ1cyQBKIt41T8HdFafag8TO8wuqS1ZxcEO8Ze14CW9Ycvs9DlQXn6ti/r+ZnrDsj87z5KHx8O2ne5G4MvTmOPowpG7L6ELu29x6yFMRkAxP0nEff5+qeRHnFdwjguodrbTPV2XW212bqLDBl75gxPv6KqKlHNiqBwgj1TNBYhdtVO7BaNYM/Adp4TRRppG6TpW49YnzN3wC8q8hoxiQ+bDB2snqxuLCqPnr8XGarf2xGLzM6RofPYj5/iX5zCuZB078Tt5MUG50RXrO1HrTF5PHnF4nXng6NSCLvPq5k1PCntaUEbte5MbJMv2wbiFI7zk6yW9XYc/15jDKZrHvmyzhueoSARf52NJz7tV/94AH2LrmTO7NM2K3deBXEBQNy/R3HPLyhhCkNKq3FtnaJufKIdCROev85TnLrl1j+zzA9fYg75a6e7f3zZ+48mLpJ5gQQNI+kblKaV0Tl5mC0Dn+BO5RAv3hJHlrsdE7OihcW25UVXWFzq4hsnM1gXlbNe5iId7Dp8taSyNvqYeO+J1CCdiUsPxtxpkD/9vddZTqHf2+9P5H7+orQUGeyJb3GVXL3nao9R+tIquuhWIzwOnzWKVL6wqBQt+v2c1YCtZw/G37mSkiZry9x1vb1ZLNaFRT8tLv32N2pXeeIDGx7eztU7dYDv04PlIE5mtb9jAADi/p8SnPp42FFzzBx/EBf9Mps4Rh8bp+8TntT2WjYsP5KipsCjYcYK0ykUqS0ypf0jPppWbuYcLGVFn+Xl13x05SZF2prOiE/BrtgOsGFhNgyCOblnmyMzx83YuM/GQO26urqq6hprpo/S1K0kBS30ce8pMtp795H6GZmvRI23GFvZsH2/qx9fcVWVLJ2H7mDq/v67M4Mvyo8xZNYOdNAGzdqmvhF3X4lNetj4IKG3iRVmaj2I54RsfHRq9pqx/+9f4eHjhmcAYxbsMzpHU+Q7I+Pd6CwNlAUAcf8exV3ssJnIoiRY06Wv2BJsGag8w+oz5hiSpJGqez++bacS5DSS0zIba15l5/952hqzY+1pkSuZaEHuactKzHsrTefO8wnArOlIJiYuOfCp3VVX1/QYtWaxwfnM5zmNlUNm7SQpaZ26xsXk8CEaPD54zjvRon2nKdfs3b6rH9+zklI5nlOzyqnqh6/Zub/Kftuyfa/LduhcdDtzE93iEO0YobGp3893OWhCv2zl3I8jJFlQmj3WBgAQ9+9F3Imm1gpXKENoAtnL1rjE27PE7JgDjK+1sUrnofjowUXLD1JVW1fHcwtHtnPC3UfFJe/FBmq9fPMWU9DENAyH32gl0khXe/ZUgXvqu0IxCvv0nbtdGHxxKlts/s5P7TExNRPJt8iX41FxcWZRiai+77h1Uio6PUet6Td+XVNPj2Om7PMWHZjHZGbrGnX7wb96nC/fTevPbS7u4gPx0ZhW2/c2tUfiLnXSnGDHlDh3M/0fq/l7YOdxm98mblTgCrGLt8I+0X8AAHH/v4l7bW2dd2giwZLmX5/DgewUMnWPWUl19WSmU29z6qfWOnWdhyloiDWZOyPIzELSHPYmZ4LusciE9Nz8IqLaLqS5+Ej6mRtKdq3cBPzGc1Lz/ZDcxynrOR6a/Ab5Ux4Xthx/bNrGrhaUl6VlM738G4OPp6RnoR3JDlmpOHXL1sNWje3XG938bcLG9ntDygzWOWDy7w4vaAaGKTm4NH6MvJ2OlB1TUK+ra72T/a9TkLiLoysuupe6eCunPmnRd4LJTUcxJU2VGduH/rUTZAUAcf/uxJ0mCEYyjSS4uLKqaf1GtifpUoNQnr7Gj0j4EL7Vlu07fM6uZRtMFq49K6opqKxUErhgZPYCnwCMzLzsH52aieeIkBisWz/aw9zpF97KmANbMMvzI7947+cvsaNXr9i04uIyZbmxmJJ2v13niRS2UezttaFRfTkNM1qfPMuWHKjVediqBWvOmto4qwhcuzEdUt4V6F1nY/Lqoqg1LOfQXmPWfuogIG2trKwmKmj8pXP8Ww2/+L18JXo63ZRD8YmX6yf+bDh486gp+7q9u8wg3d5jP9mx80n3CPZM7BYNM7XpfOi7c0eRHYqHjfyU1zwAgLj/P8X9xBVu/9XHJajNn9T5PMki2DAevCtC5S7D9HqM0m+M/TJcdQ9BXn35P5PXkZJK0XhIc3/jCqXp+ExLa/8YlzA8mNQ6/zAxMptgx3BNe9LKmAPb8WTi3aY1MTl5Xa7YmVM8WhkFOn0T0zqwyk6oLHCd4u472tmzB6shs8Sb3AKJgdrjFhg2jHLQ2EQyWycoXJbOQ4Kel49/BQuaZ+ehep86CMPn7sbk1PGXvPq+05SvP6rTPPzxgOmp99+UvW9qk2+LjLO6/1DoHU1SxCcHoNcI1T0Hz38yOm5RVRXBnoVZUodqGBvst/je/ku2bL+lG03aTsoBACDu/5G4lzaZuY7Q3Xsds2cNbDJW8OEo2OB+6M73H2EK6mJKWo0zy3//c+P81adFWTGDXr4hUdhECmtPTIJl6kPUXtyacc074gLbWzQvSZrOQ4W72Xktt59fUfH+4xTPiW/fSd2iIWPw5NUPuTRramqRWS1hbk80vGiTnjHKyUP07FeCyq2uq6utqysueU9S1PQIxLN6xue87cTgdmPyp3n4oiuN4pQtT1/k5OQVDJ65HV0AWj0gHJcwZHv2GrvGzT9eadrWxQbnv+bwIikXp+IB1uV5zrO9/PtynAYJPtyI6AaHsx9nTlp2UFpFF5PXQF3yDEhoY2tVtbX4l7WhZ5eUwV8XAEDcG7hs7SIxcIVn0EfygWTaPywZSd5+E3onW9wqJJFZd/JacdUgWlIJdsz9PG9J5RXaW00dvaJE9cNm77r/6IWovDcmYYSThzSNuzKowSGy11XyCaH/eb5fFwuqXnD4MKE7kqfs9+Xt6fDjomKiHVNy8d6D1z4kaTpr7tB77FoxS6q4LVMzIEw/JLILk19aXY02K0PjT3T19sh8ju4kTLi+Cnwn9YBQdAPRmcEn4pcc9sj5++49eBYQnoxsZPHWxH3iEiOJgVpiSppRCXgUdTIvYLbuVyV+Ez59RqKwSFT2hrBoUn0Qx9leH4ae+nOFCofNSQpa5mR3JO7rjD5vjIueb9fU1cFfFwBA3BuYoXUMKYizb0PYWJogqNuw1dju8zpHrf6y4jb4Ptozp/Fan8Yped6SYEXDzlnIDl05aZlxfZ4NjejbD3qPWZudV4BM5t95TlPcfNeGRr4pe984vtz3GnnopnO9VhzqcosuEqTtUXHlNTXtNHsxMn678NvZD0HENpkxO605hl21FXV4Y3hDiHOLtAddmQ5IPdGtw84TdnG5eUjNuzEdhjq6DRW6I9uZSGb/vmDv6t3Xuw5fNVbNEJNXl1JZMWHR/iOmbHT78vRFbmFxGTo+4kpajdcqlnMI0nq6Y/AXH3MFB5fOTHyQCh0QjIKL+1yvD2EARjt5YBPXoUtRfkGJBdWzPdNxlepTpML/FgBA3BuIuZ0uPkIPs6GzPSMVp27R2W42at4+wuT1SM1lzGw3cjzFLSgEMhMzs2ljI4udvLGLt8S3nB659TxRQbM+nIsm0qaikvfIlsTjC9J51IzHTVf5/RpZYtEeaV3jbtaML+h2zxtUzIYmZ9EwDK161o6ArjEWZIItA90fyPGc1oQ13ECYpaQRKayeTEcpGm7mB758jVQe2ewjnT32xSbcSEtXFrh2n7lNZrCumKLmn0sPiitqoesTJqcuM0jngqWwxyj97iP1kdwjfUdSK9pmdXUNarxiu9mXHXPLtAe9OI4bwqN7WzN/n7RxFM9ldUjkIr/gyOyctxUVsblv0fWmx4ytHNewOrDEAQDE/cuw84vBrOnojr7TciNMToMop4mNWCUKBiJz7paavaDXRWv5o9fb3khsbl5PCyrJkqpwzEJ11cleo9eSlPBMDkGv3vTiCMTrhx2s738U7aTvBRuCqRV2waq3idUXdPv3q2SiJXXo5YYMfCRTG1HeZ8yWWfax80nQm2yMzB4udEcSj24jdkcnoM4gy/3o7YaJteNdvZR1DpMUNCUGao9fZNR1xCqFSZt/n7gJmep7T5MllLSR1t9JfTxX72TTPFBI979sSo7Pi9e92Y6ot3/uNRs5Zy+6y5mlczzg1WtV78DOTP5IJw/UT3RfIjlIB/6EAADi3i7m+wQKMrOQKplYOL7JxednIjuxF5lLtGNJ3aAQ5u3ABU5FV/aMJZIeMTIexYV4kzzgyudTmN7NLxAl85SkcnLKy2etOLbQ4NwZc4cDcXdQ5SR3n5ar9KiPJ0W8RZ1KE3yRuFOINyniu02q6sPEy5iTt3oEI03EKM39eQorq0Y5e/5dn1Y0Of+dOJUjVp/cuXFy0wQXb6Wt5zB5denBuioztncbuVpx6tbhc3dPWHRg9ooT6C5k5Nw9LTtgxfTZfrThbubZq7zgqJR29vwvrwAxKnuiixc2YW3noXqamy6PXWC49JTNILqDNJ2L1Y8pidmzDPaZw58QAEDcP8/60GjcKeX0DcKOs4Rr9hKnzXvdpHei8lCl5E3qBLojZkNHZm/DCDuZdT42qZM1g2hF07b9vPhmv3/fFX84yZKica3SGyx0JKm4TlFbj3PSn+ckuj9YExr1BYdC7gqZaEEm7Dovij4mc9nGPPIOkcK+knL/U6sg49312XNpGrcfx1G/yU6Rsax04CpBTsMjIMGO7f/2XfHQ2bv7jFvXfSSenlt2qJ5faCvBc9A1suvw1aIIB4cuMPqP39Cebl++m4puI9AXn29CkRmyEpPX2HLYmqSoSZi6sbs1owuDrxMcLknjiNkwrFk+8CcEABD3dqjh6VuEG2SCHQN3iLZn/fOYlEXQPXTInLcxPIb4j6z/4eyBBMjhSZY+ww2zou3jtktl1oXFIGXXDAwTPn3WIN8cIYnMNoz9pA/fAK6QRGGp+QV9waEYZEEXv0kl7r/0Kju/tKxCzMzG7/6Tytq2ooT34wql6FwZOm+gg8umiJjGer2QCLuUdKkmwyATlx5YoH96/uozg2bu+FRKbkevKCkVncAI3AHf+CKz77h17ek2OhroGiPL4A07eHWB/tmZ2kdz3xYiiZdR20W0pvdiC/LKK1QcXdGF9qqdG/wJAQDEvXUeFxWX/eN/MsCaJXPFlnCTQrpFk7KiS1y2ItgwsC2nHTzxSaHTPHwxCrs3w6E3W3DyTjKSaaenz7bxvDBreuj9zPb0bW1YZDcmf7K7b1+2cE9MvBLPRUXgMsrJMyI755NDK1wnw9gvzMijGxQux3PqfMoiLeO5Z9BtdN2KefK87VV0gsLQbURnBn+hb5BpyofQWuvDo6kPP3rYO13zyJp91xevOz9uoWEbG5y14rgopdRBE0aPUfrt6fZSqrDr7gvxd5/0HrPWnOopqlSetm3nWSrJFh9TKqrEryVjFuxLSs2EPyEAgLi3wq6oOGSG74lpMJwlblI64ZmMmLKWtGHWuN+IxEHT6btNRUvN09Lk+c6DHd1csp4/KSrJeV9eXVd30DkAtX+W965dwz7h0SoC1z/dvDsxuAv9gglktiSN+6r0fRurnEq86//y9ZcdipXBEQp8J4kT5lSHQK+IJNTPp/WzZNu+1IlTOV2Y/Gb126Pw6aCtCPEGk/GLjNrY4B8L9ytP31pbW9dv/DpMXr093f7DlIKtPtJl2KoeI/WbBq1E1yeMzOrOwvsWn/xISmVFRuZr+BMCwPcr7s0SpYooLi7ev3//vHnzjIyMGtOltlr5ZeL+oKh4hifuV/4b10mCxpEhs7YftSHY0judt0YiOMzRXS84oj2H4KBzIGovSmz9WZiPMo8kJC72DUYCSqSwf+c6YxRWRfv81r9E3EOQuLugq9eO03ZDN58Xt/2840peeQUyjY3jm2fU2xeTcO1eKyP1Dx+/Skp72rJ+kpvPtXv4VCZn35ieY9YsWHOGqKCJXu0JPTb5FnvqJUqnwfi806btI+Lv9zltMe2UzY7jtkQFPNNsRUUV/AkB4Hu33JuJu42NjampKVJw9I7KbVR+mbhviIhG8ipJZmMXrfAcdXbMEVtNCDaMi0kpcz39b6Sluz9/0Z5uG7DcMGt6h45aVW0t2jXS3MV+QatDIv+907MpIkbJwRXtaMnWS9i0TVImlu3pG2qfW958EuzhhMSLyR0IgN6X44hWQYW4pAzcHX6wruKULd1H6Yui07TNKHOGhg2fKKc+buH+pvXuAQnSg3SklFeIkr52HqYH/0AA+PHEXV9f/9kz/KljVlYWKrdR+WXi3pXpMN8nCHc0vGZHuIzn6CHWu4F39BAEpGcuZ7p0dK1VIZEkCvt4QvJ/cJKkrOkjTllhp29M5n8+CWpNXd1y/5DaFtOCTifePXXnbnt/Fkl30dVLltEwtkOU15AdumrUvL2Syjou/0zx/RTIVCdYUiea08WVtOw4H8W5zMkr7D5Sv9OQlUvWm5AUNMUUteAfCAA/nrirqalVVOAOfOgdlduo/AJxf/OuRMyG3mvuTuyabbft5yR0jSfacQl49qKfMAlOl1t0uQvWBGvaUv+QL96IekCoBI3Tnqgsz0tLUUsSmSNGaYhpE3/3MTK0uw5fPXT2rk2HbrWx7pnr/Mv2buhG6nJgDGos8PzIAbSurg6PqCynUVgMkb8A4KcQ94ULF7ZR2UhSUhJSdj6f/9n+Eezx1HeYEq4UUzWO9B+/LiHvbb1HOfvnO0ldrBm/XbZD326w45c7DjplvRCncEqqPx+/ZVtkHLopMQjDZwxoB4aJKseqGe48YXfMlLN804VP5Q9BSA/S6bv8APbpWAtTNQ53HraqHIbaAQCGZT61u5ssbzu2/w2Kx0EThv5efKJjRU1tTvsCLv5o4s7sb2aPpLa69qtisPTlOLYnIOUggasoOvw0D7+mTxTQsdU+aYvJq3sGte7ZuXbfdUxOg2BFJd2kwl8LAH5acbe2tm757LTVyi8T91+H3y3o3c9aYB1/nNAMJQeXkFfZbbc5EpeIriK76/N32z141HQalHH8nQFcpzEL9p240npcRp2tZoNnbSfcoFy5C0lEAeCnEPe/PkZUWVRUZGhoqKqqit4bvR5brQRxb5tu5ywJu84PsuF85Xb6c4XdmA5tNOjK4ItR2RNcvEWTjASZWUMc3UQOkbjuJyT1ZQu3HbVV1TvZ6uoTlxycRBZI07jZP+P9EwD8upb7twLEvblFHBSO7b0wzfprxb0L06Hl5KamkMh4YMusklLRx0t30whk9oqg8H/EPbEXWzB/9WkJ5RWtri6pvGIQ05FEYZe0IzI7AAAg7r86a0OjSAdMp1t9rbj/znMSiXtVbV3LWbUVNTWSNO5QoVtJVcPTzneVlZ0ZPK2ghmeqxglJnRn89Ecvf/tzY8uNB4QnSyzZLVbv/g/R2QEAxB3E/fNsjoghGZv9eZ32ldsZ4+wpy8DTsdo9eCRL/2DC51VUROXkvCgt6812bLaKTXrGlsgGx/a9MQlECruwuKzr8FUtN+4bktjpip1EfVB7OGUAAOIO4v55dkfHy567OdHsa11QrO4/7M8VVtfVaQeGiVPx+wCRiW16N607y8H7+cvGWUuNHEu4SyKzPZ6/qKypFafgERcqqmuICpotvSEFnlFS1vTLd9O2RcXBKQMAEHcQ98+z2C+4K9PhQvK9r9zOy7KyARyhRP3ICXrRM55gFFZfjuBmWroYldON6TBE2NyPPj73bR+OoyLfWSMgVIrGRYb/0+IS8YFaLYMQbDxoKWlJfVBYBOcLAEDcQdzbxbbIWKTFZilf61+YX1EpS8fTVQ8TuvXjCCVpHCKV3Z8jvJZ6n0jB5X6hbytB50/cTpagcqRp3EEC155sgdm9tL7j1mXnFTRrdvACAyOzRG42AACAuIO4twsxCvvyV4t7Tnk5MtXFKZxRzh5I2ZGaS9Sn4jt+J1mGxpOgcBwys1quFfTqTVcGH9nsSg4u6B5iX0zCwGlbnzz7yF8+62Xu8lM2MhQ2nCkAAHEHce8ASIvXhH6D8JNHE5L+1961QEVVrm2pc8Jbpsf+letfnk6lYoR6vJ1cLpceRLygQmGlFRrildLsF0GRFOPPWll5wwueBJWbkggMqP2JJ0wsNG4iUmohoqYkiFyUixrwv4e92muvGWaYPfMO7L15nsWa9c03+3t5vtvzvd+eb8/bJybeIT65V9SXT+9P+u8D8U/FHnI+etzz+LfGipC4Pxrxn69JB8TrlmZk/Tki5im/T/MvFOf9VOzwz3eEa3o6vdlp0tJeO/ehpwAA4g5xl4HOe/eH/niRxdQ/kr8aGJ/81bUbo1K+GnBQ55SQ0nd/Qkiu0cjXv9XWPhIRTfqecOVq+IVfukYeeGbZhtM5l9J/+PFPz84QrunmMMv94JExh79GTwEAxB3iLgM1D9keC3r1m5ODEg5T4p9HU0nZ+3/5n2AgehH49GAXHvNjZaWQ/p/TWV1mv//kkLcysi/aPe3Z2Nh4q7Ti0Wdm+J/J8UnPQE8BAMQd4t4+IAkWxH304f9ziE+e/PU3JPGmi6zNyav848mm4Jxz//jX/kf+5plyPItefyurvFR046lh3qsy5QUDAQAA4g7YBH9POvJMXNLUY2l/TzxifilaDP68J7bbwFlz/bba93vt++wLuQWXh03xW/zdmbALl9CqAABxh7i3M4YlHfU4fsI9NW140lHzSxXfvdcjKs5lVvBwtxX2A15f8eHeef7bum4I6xQevQSPLwEAxB3i3u44W15+sbLKPfXECN1RWQXtImLW7jzk6BPS6Yuox59/o0v/mXa7o57an3CrthatCgAQd4i7IhB7+cp2medwnow5+EnkkZ6uS+12Rz/W79VHhsx5JDwGPxYGABB3iLu68be4xOVb4+xG+diFRztN93902Ft/PZCIZgEAiDvEXd1wPJSy7Wi6xwf/+tOemNX7Dv9l4hJZX8kCAABxh7grESN1X2WV3f73jZIeUXGZpbdPltwad+QYmgUAIO4Qd3XjuS8TZ/z75JFrvz4RFbfn58LH98X1iv4SzQIAEHeIu7rheCilZ9SXh65c/Uv0weCcc132xu4vLEazAEBHEffLly8vXrx40qRJq1atqqmpETKrq6v9/PwmTpy4YsUKBMhWKX6tqemyd/9Heef/eiCxa/NvCKNNAKADibuvr29CQkJdXR29RkRECJm7du369NNPSdbpldIQd5XikfAYh3jdf8XGdwqPJn1HgwBABxL3yZMn19fXU4Jevb29hczZs2dfvXqVEsXFxZSGuKsUJOgvHEp5+/szo1K+ftwgOB8AAFoW94ULFyYlJZGy63Q6Nzc3IXPKlCmi4lNar8jZs2dJ2ePi4iDuCseG/IIekXH+mTmf5f+Ib1MBoGOJ+6VLl+bNm0cKvmvXLnd3d0NxFxUfnrvq8L85+Xbh0SG5+aV1dd+W3EKDAEAHEncR6enpS5cuFdK4LaMNrM46+1RsPNoBADqouDc2Nl68eNHLy+vUqVNCTlhYGL5Q1QDu1NcXVFSgHQCgI4q7s7Pz+PHjZ86cmZCQIGZWVVUtX77c1dWVXo0dhczLyxPT69ev/wAAAACQCRJPm9+WAQAAABQIiDsAAADEHQAAAIC4m4Zw8t0E4uLivuUAix2QARlUCmQUQkb65aUqPXfp0Zp2twMyIINKgYyKxp6ixd2c1anN7IAMyKBSIKOisYd77gAAABoExL3dcPfuXeXYURQZAAA6kLh36tRJIUYssHPu3LlBgwb17NlzwYIF4uNdFpBhsaMoMmlpaX369Bk6dGhBQcHYsWO7du06bty4oqIiuWRY7HCR0dLQtZGR69evu7i4dO/endrZ4hZmMaIQO2KTZmdnjxgxgsbeqFGj8vPzIe5KnyFjxozZuHFjeXl5SEjIyJEjy8rKLCPDYkdRZIYPHx4bGxsfH9+7d+9169bRIhEcHDxt2jS5ZFjscJGxt7efM2eOm5ubk5NTjx49Ov2BtjeiNDJiEU9PTz8/v6qqqtWrV8ttYRYjSrNjZ2fX0NBAicGDB2/fvr2mpiY0NJSmldbEvZMRtL0RLju0Dovxqnbv3k0zpKSkxAIyLHYURaZLly61tbV1dXVUkGYF5VRWVtJuQC4ZFjtcZKKiokaPHn3t2jVrXAoWI0ojIxbs1atXaWkpJSoqKuS2MIsRpdnp27dvVlYWJbp16yZMq3v37nXu3FmD4m69s8xihMsO7fRzcnLEt1u2bHF0dLSADIsdRZEZMmRIYWGhtEmLi4v79esnlwyLHS4yhMzMTNoHZGRkWCOFLEYURUYsSO6/9VPbGiNKs7N58+b+/fsnJCT4+/vv2LFD8NyN/XA6xF1B4q7T6cRfvRewfv16C8iw2FEUmcTERDGSl4BFixbFxMgO3Mpih4uMANrHODs7R0ZGWqPLLEaUQ6bFva81m3Irp7ai7MTHx9P2iFx+ct4HDhwYGBhIG0etiTsAaAP19fU+Pj5W6jKLEaWRAdrCS1YLUe0d+AMZkAGZJo2e5VVCpZQo7to78AcyIAMymiSjtEopXdy1d+APZEAGZDRJRmmVUrq4a+/AH8iADMhokozSKqV0cdfegT+QARmQ0SQZpVVK6eKuvQN/IAMyIKNJMkqrlNLFHQAAALASEHcAAACIe5ugvLw8ICDAwcGhe/fu3bp1o8TKlSvv3LnT9kZABmRABmRUVCmli7uLi8v8+fN/+umn2mZQgt66urq2vRGQARmQARkVVUrp4v7YY4/ROqa3rNnb27e9EZABGZABGRVVSh2e+4ULF4RFjBL0dsKECW1vBGRABmRARkWVUrq4375929/f38HBoVszKBEQEKC3rLWNEZABGZABGRVVSuniDgAAAFgJ/CokyIAMyICMBiuFX4UEGZABGZDBr0K2CfA7diADMiCjCjJN+FVIWcDv2IEMyICMKsg04VchZQG/YwcyIAMyqiDThF+FlAX8jh3IgAzIqIJME34VEgAAAGhLKFHcX3jhheDg4Pz8/HY3AjIgAzIgo6JKKV3cf/jhB39//2effdbBwSEoKCg3N7e9jIAMyIAMyKioUqq5LZOdnR0YGDhgwIDnnntu5cqVmZmZ7WUEZEAGZEBGRZVqUss997y8vDVr1jg6Ora7EZABGZABGVVUCl+oAgDQnuB64h+VUp+4W3Ye6IknnvD19c3KyrLyv9siQoo19RJw/fp1FxcXojR27NiioiJZZZOTk5988smhQ4eeP39+3LhxXbp0GT58OG0G26Wz0tLS+vTpQ2QKCgqoLl27diVKcmsk/b9UkREjRpCdUaNGyf16qrKyMigo6Pnnn6eG7dWr15gxY3Q6XfsOY+uLc00EFkq8D9lbMwsYu5ulUlwTQenibm9vP2fOHDc3Nycnpx49enT6A3JH3kcffdSvX78hQ4Zs3brV4h/PtEWEFIvHtFjE09PTz8+vqqpq9erV06ZNk2WE1qcjzaABvWPHjpqamtDQUNL3dpnw9H9jY2Pj4+N79+69bt06mhvBwcFya0Sws7NraGigxODBg7dv3y5UauTIkbKM0JCjUlR227ZttIQnJCT079+frLVLy7DMAsaJwDKAWR6yZ5kFjN3NUimuiaB0cY+Kiho9evS1a9esWdiFUo2NjbQkenl50bo6a9as1NRUuXZYIqR0MgKLpxPpcmlpKSUqKiqoanJrdP/+/fr6erJGyxXl0Pgm/90CMtZXiv4vcairq6OCNEsFf0pujQh9+/YVnFPaXQmPcd+7d69z586yjND1YlmyQwmy+fTTT7dLy7DMAq6JwDWAWR6yZ5kFjN3NUimuiaCC2zKZmZm0lGVkZFgp7iKo+2lNHjZsmGWeu5URUlqsgjXiTq6cxXYGDhz4VTNoboSFhVGlyH+3oGVYKkXuZGFhobRgcXExuZlyyWzevJncLnK+/P39xe0IuWayjJDbJbhy9ErEKId2A7QnaJeWYZkFXBOBq0YsD9mzzALG7mapFNdEUIG4E2j1c3Z2joyMZBF3i8ESIYVR3A2dJrl2hHvuNJjy8/PHjRtH/guNTgtOXLFUKjEx0dvbW5qzaNGimJgYC3qKtrTk6pKzQ91EC1hgYCD5PrIsUIO8+OKLel9CWLMGWz8grZwFXBOBq0YsD9mzzALG7mapFONEUIG4E+rr6318fLhkGgDUCMwCQIPiDgAAAGhH3FlOH9ruCKMFezcuMmgZVbSM9siw9HXHaZl2nAhKF3eW04e2O8JoQc9xkUHLqKJltEeGS9w7SMu040RQuriznD5kMdLEdAiMiwxaRhUtoz0yXEchtdcySpsI6vDcrTx9yGKkiemcABcZtIwqWkZ7ZLhOy2ivZZQ2EZQu7iynD1mMcPUcFxm0jCpaRntkuMRdey2jtImgdHEHAAAArAQiMYEMyIAMyGikUkoXd8SOARmQARlVkGlCJCbLgNgxIAMyIKMKMk2IxGQZEDsGZEAGZFRBpgmRmAAAAADbQTXibrsftzMNlseCuWK+KIoMS0QnRZHhClrEEhaKxQijHZbJyBtvyMpITFxkbBFEiUX0IO6tgOWxYK6YL4oiwxLRSVFkuIIWsYSFYjHCZYcrLBRLvCGuSExcwY9sEURJs+LO8jivoh6Y5or5ojQy1kd0UhQZruhdLGGhWIxw2eEKC8USb4grEhNX8COuSrHolQrE3fpFTFEPTHPFfFEUGZaITooiwxW9iyUsFIsRRjssYaFY4g1xRWLiCn7EWynte+7KEXeWx4K5Yr4oigxLRCdFkWEMiGF9WCguI4x2rA8LxRJviCsSE1fwI65KdQhxBwBAmUBYKBUBnWQJ7t69qxAjmmwZ1AiVQo20Ke6Kih1z7ty5QYMG0ZZ2wYIF1dXVltlhMWLTmwnt1TKKiobD1U3aG8DoJltXyhbnKTUbiYlrbowZM2bjxo00DkJCQkaOHFlWVmaBHRYjShN3lkopKhoOVzdpbwCjm2xdKVucp9RsJCauo0W0hAoHyAi7d+92cnIqKSmRa4fFSJPCDomyVEpR0XC4ukl7AxjdZOtKcZ3LVIfnrpDYMbRRysnJEd9u2bLF0dFRrh0WI00KO0fEUilFRcPh6ibtDWB0k60rxXUuU+nirqjYMTqdzt3dXZqzfv16uXZYjChN3FkqpahoOFzdpL0BjG6ydaW4zmUqXdwBAAAAKwFxBwAAgLgDAAAAEHcAAAAA4g4AAABA3AEAAACIu37NAQDoAIC4d0Rxx9oOAJjmEHf0OgAAmOYQd/Q6AACY5hB39DoAAJjmEHf0OgCYgrOzM+hB3CHuVo1RAW5ubsuXLy8uLtbLFyHmv/3228ZG+ZkzZ+bPnz9p0iQfH58TJ04YmwZSa4cPH5Z+RBb0rvfy8po9e3aLnD08PAIDA69fv274j6gi3t7eubm5hgUnTJjwyiuvfPDBB7/88ov0o5SUFMo0bCLKJJJSziaMyG00E9ZarLLULOH06dNz5851dXWlV0rrtaSsvigvL//4449nzJgxdepUPz8/MR6s9TDdsLZQTxPV5BLxVg3qXWAxAYg7xN3aaVBTUxMdHb1o0aJWx3RAQEBaWpqhhcLCwpdffvnUqVNkqqioSJzPpsV98eLFDQ0N4ke0wEivLygoeKsZlDAsXlVVtWfPniVLlujlnz9/npaECxcutPh/Hz58+Ouvv8bExEyfPv3SpUviR/fv3yeFLSkpkRaht5RJH0k5mzAit9FMWGtVGoQG//7776nBMzIyKH358mWL+8Lf33/nzp137tyhIllZWdQRXAPVdMO2jbi3vefOxQHiDnFnGKO1tbXk6LWqUyQW5EqTHuldSQqSnJwsy42iBAlKamqq6Idu2rRJev3nn38eGxtLqrdx48YWDZISTZ48WZpPYvfmm29euXKlVSZk+f3335d+tG/fvu3bt0uv2bZtW2RkpKEcmzAiq9FMWGtVKajBdTqd+DYpKSkkJMTivpgyZQoNABuNVRMNSxuv4OBgd3f3adOmrV27trKyUo/YgwcP6GLaUnh6elKC3ooXHDly5LXXXhs/frz51aQu2Lx5M/07GiTUesY6wjDfWMEW+be4e6MVl8o2NjYKOZR44403aD02VkGIO8SdzXMnZXn33XfN2Y2S5h48eFDvytdff720tFSuuN+8edPHx0cY8b6+vlevXpXOapozpc3w8PCQzmohUV1dHRERQaWks500lGya40zduHHjpZdekn5EM5Mc3nv37gmZlKC3QlgZYypgaERWo5mw1qq4U4PfunVLfEtpEguL+2LZsmWhoaG0gbDFWDXRsPPmzcvNza2vr6fMrVu3fvbZZ3rEaHO2YsUKYRjQfoLeihfQQnj79m1Z1dy7dy9ZKysrE6yZL+7GCrbKX/p24cKFYpiO7OxsYaNsrIIQd4h709nbd/b9fNnMP7rY2M1cNze3n3/+udXbx/RKm/dZs2YJ8drFjyZOnKjndBgzpWctKCjo5MmT5HGvXLlSavDEiRP+/v5Cmka/9MaxCOl+n96SE5efn2/mTpkmpBi2RvyItg4HDhwQ0pQgZ820HOsZkdtoJqyZaMMWG5zS4sbLRF8YyyF6VPdXX32VPNAPP/ywRdE8W1C0Lz7NzD+6WFrWWMNKQR4GeeJ6xGjFEr8Kog0QOb/iBb/99puZt0TEHCoutWa+uBsr2Cp/6VvaXYm3yMSNl7EKQtwh7k264mtzT2aY+UcXtziISVbIr3zvvffMcUIJ0dHRYWFh1nvugguzsBmZmZnST1etWnX8+HEhnZqaGhgYKC1Fzj65mbTVSE9PF/MPHz5M8iROlVY9d/If9T6iXfbMmTMfNoMSoidrwtc2NGJ+o5mwZgvPnVYO8daQcKvBMJ5yRUXFjh07xJEghe7YD3P9Qs38o4ulZY017MWLF8ldpS2asG65uLjoVZlWLPHWPCWkdw7FWxzmDzk9a+aLu7GCrfKXvqWlferUqRXNoISw0hurIMQd4s52z72urk7v/rWJ62kxmD17NrlO0nvuLR5+aFXcCd7NEOaq6OeSEkndVXpLmXoGSdFmzJghhBsW8o8dO+bp6SluQUwwiYmJWbt2reFHa9asoUWFlhPxUxNybMyImY1mwpoF99ylXmGLfeHl5SV+6drU/L2r3kkk0QOdMmUK+4htsWHJUaUuq66ubmhooFfDljHhuZu5RTPmgF+5ckWq3dQ7Qrq8vNy05y4taIy/3jcBYj7tiuLi4mjvQgnTFYS4Q9x5xJ1G9qFDh8h9NlOnBG+aBqj0tAyp6nfffSec0BC/3DNH3A0/pW3EJ598Is3fsGGDcM9ar9S6detSUlKk+d98842Hh8f58+dbtPz777+Tg0wySt6W9DaUeFlBQQG1w4IFC1o8omOmETMbzYS1VsWdriQ3PyMjgxr89OnTlBZPUhrri8jIyGXLlpE2kYdIr5QWo1yS+5mVlUW+ZGVl5RdffEEfsY/YFhuW1uZTp049ePDg5s2bwcHBhmMjPDxceks6IiLCGnHfs2dPQEBAWTPIrJi/dOlSahzyb4hGUFCQIQ1jBY3xp+6Q7iDFfNqnzpkzh9ZU8ea7sQpC3CHu1oq7APLZaXwL8ctbvX0sgBxtX19fvWPXwtnqefPmmXnO3djMJAt5eXnSfHpLxg1LkSQJa5I0Pz09nYRS77C2uHEWDpVLfVg9m0uaYYyzCSNyG82EtVbFvan5aBDteFxdXemV0tKPWuyLhw8fkoSR/0759BoVFUXriig6fn5+U6dOJVUikZLe8GGEYcOeOXOGxI6qMHPmzISEBMNGo3UoNDTUsxmUEO9gmBZ3vV6Qfku/adMmGhvkLycnJ4v5tAS+8847NAuoJckTN6RhrKAx/uSITJ8+3dAODYDXmyHeUzJWQYg7xB0AAIbbkpjmEHf0OgBA3DHNIe7odQCAuGOaQ9zR6wAAYJpD3AEAwDSHuKPXAQDANIe4K7/XAQBAgGyIOwAAAKAa/D9z0dg5/HoaAAAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-67310821_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">848040.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">1.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">781950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">1.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">ES0171996095</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|GRIFOLS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">1018500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">2.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1016600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">2.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">ES0173093024</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|RED EL&#201;CTRICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">1747200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">3.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1517000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">3.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">ES0105229001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|PROSEGUR CASH SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">1256000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">2.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1172900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">2.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">ES0144580Y14</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|IBERDROLA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">2764300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">5.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">2585100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">5.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">ES0105046017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|AENA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">2347840.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">4.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">2191440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">4.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">9981880.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">20.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">9264990.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">19.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">9981880.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">20.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">9264990.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">19.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">9981880.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">20.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">9264990.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">19.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">CH0012032048</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|ROCHE HOLDING</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_T12026_V-67310821_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">2255840.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">4.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">2157600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">4.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">2080140.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">4.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">FR0000064271</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|STEF TFE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">917280.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">1.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">952650.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">2.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">FR0000120628</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|AXA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">2099340.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">4.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">2191360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">4.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">FR001400AJ45</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|MICHELIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">1401120.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">2.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1273950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">2.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">NO0010063308</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|TELENOR ASA RESEARCHES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.NOK contextRef="FIM_T12026_V-67310821_da">NOK</dgi-lc-int:Xcode_ISO4217.NOK>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">2047810.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1549189.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">3.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">PTCOR0AE0006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|CORTICEIRA AMORIM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">941050.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">1.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">958450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">2.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">PTPTI0AM0006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|NAVIGATOR CO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">2590280.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">5.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">2323600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">4.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">PTZON0AM0006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|NOS SGPS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">2420800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">4.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1786675.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">3.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">DE0007231334</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|SIXT AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">1379550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">2.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1298500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">BE0003851681</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|AEDIFICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">763950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">1.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">607500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">1.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">FI0009013403</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|KONE OYJ B</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">1424280.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">2.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1483720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">3.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">FR0000120073</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|AIR LIQUIDE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">1423360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">2.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1121820.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">2.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">FR0013447729</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|VERALLIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">839040.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">1.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">988140.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">2.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">GB00B2B0DG97</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|REED INTERNATIONAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_T12026_V-67310821_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">1560391.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">3.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1592279.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">3.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">IT0000072618</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|BANCA INTESA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">2374060.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">4.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">2723660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">5.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">IT0003428445</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|MARR SPA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">791700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">1.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">947100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">2.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">IT0005513202</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|REVO INSURANCE SPA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">946000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">1.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">766400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">1.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">NL0000009538</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|KONINKLIJKE PHILIPS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-67310821_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">793560.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">1.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">US1912161007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|COCA COLA COMPANY</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T12026_V-67310821_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">1776563.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">3.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1606305.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">3.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">US2538681030</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|DIGITAL REALTY TRUST INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T12026_V-67310821_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">1450038.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">2.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="euro">1224408.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ipy" unitRef="pure">2.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-67310821_ia">US7181721090</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-67310821_ia">Acciones|PHILIP MORRIS INTERNATIONAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T12026_V-67310821_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="euro">2145787.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-67310821_ia" unitRef="pure">4.35</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-67310821_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-67310821_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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EGzu1ATS2NrZtOzDznS5QRSfkG/Ph57NzcXN4EAKIMnFt2ZRWNrXvq7qDoHqPnEmXEUD5BwYYok5yczJsAQJSBc2N9vG6dcPqbl4kyoooyISEhvAnAtpaWloKDh+JytifkbD947JjF+9TX1y9btmzAgAEDBw58//33jbfv3bv3d7/73V133TVs2LA///nPly5dsvGDZsyYcdttt9n/2H379o0cOXLEiBEFBQWGW3bt2uXp6dnc3Gzjpwh3GDt2rNmNH3300UMPPeTu7j5x4sTNmzfbvt30Sebl5U2YMKFnz57Cn8LXPyeP22779a9//Yss8tOjbmvFcHt1dfXSpUuHDh3ar18/4Rffs2cPUQb2Wn3wcxpb9y0w848goowYak5IuHHmb1NTE+8DsKahoUG+8YNhiSmGI+d/ElPCN2e1zgo+Pj6LFi2qqakRAsfChQtTUlIMt//2t7/dsmXLhQsXrl696ufn99RTT1n7QRqNZtq0aaYpoc3HGtLD9u3bhZwh/FWv148fP174q41f59///ve4H5jOEistLR08ePC2bdt0Ot3x48eF52/7duOTFO4waNCg3Nxc4Q47duwQvj72U9QT7vP73//edP950yhj8bnNmjXrrbfeEl5A4bvt3r3b7PclysAW78IiGlu3bmf4q8VEGVFFmdraWt4HYE3IBxk9k1JND55+iRuScszjwr333mv8YL/QjKdPn24xFfXu3dviT7ly5cqoUaPKysqstXmLj+3Vq5cQqr777jt3d3fhr1FRUV5eXrZ/nVdffTUoKEihULz22mvGGxcsWBAfH9/6ztZuNz5JIdzExsYab4+JiXnhhReM9xHSz9ixY42xr80o06dPH+HX5AITOmLmR7tpbN26JdOra4kyDi+v8AhjlKmsrOR9ABY1NjbOUae0Pn5eXb+hdZS5fPmy4Wsh0/Tv39/sDt9++62QIf7whz9Y/EFCsAgNDbXW5q09dvz48Tt/MHHixLq6usGDB2u1Whu/jhB6BgwYcP4HwhMW/mq43cPDQ7il9f2t3W58ksIdzp07Z7xd+Pr+++83vc9f/vIXlUplZ5SZMWPGm2++eerUKaIMiDJiL7d4TZ8H5xNlHFszVZFEGbRJODY8YtUWonBiSn19vek9ly5dumTJkpofLF682M3Nzaz3C4SoYbFPl5SUTJs2zbDwdOs2b+Oxe/bsGfGDffv2vfHGG76+voZbRo4cuX///tY/aPPmzbNmzTJ87eXllZWVZTy7Y4w1Zmd9LN5ufJJmdzCeHzLe59KlS6NHjza8Vm3OlRHuvHz58vvuu+/uu+8WXsMLFy4QZUCUEfGnshf8jSjj2JoaEWOMMqWlpbwPwKK6urqZietbHz/eSRv0er3ZPYXue8899wwZMiQwMHDo0KFm30qn073//vtPPvlk65/y+OOPnzx50sYZCxuPNdBqtULWEZ7D+PHj834wadKk1nd75pln0tPTDV9v3LjReJqn687KCAICAlavXm3PWRkjIQ6uWrXqN7/5DVEGRBnxVh9VopvHXKKMA2tKZBxRBvaQpaX3SE4zPXh6JqWu+zDbxkNiY2OFWGMxkfTp08diMrB4lsKexxpPsURHR3/favaMqUuXLrm5uZn+FOGvhk9FLViwIDExsfW3tXa78RkKdzCbK9N6avC1a9fGjh179uxZ+6OM4OrVq2a/L1EGRBnR1ej/XU6UcWCNj443RpmioiLeB2DNpZrLvus3uKtTjXN+39mQ2tjYaHa3JUuWnDp16sqVK5s2bRo5cqRxQ4y5c+cePXq0qanp3Llzvr6+xhMh1tq56e3WHmsmJydnwoQJhrNEprNnzO4WHh7u4+NjestLL71kmMgipPkhQ4YI30cIEMePHzdO3bV2u/FJCk9v0KBBO3bsEJJWXl6e8PUXX3zR+hfZuHGjkO3ajDJPPfXU7t276+vra2tr16xZM2PGDKIM7PVY7sc0tu6ve2Uqoowjr/HFqo1RprCwkPcB2CCEibSP8+WZWYrNH364b5/ZpSVjt37ggQd69+49a9YsocEbb8/NzX300UfvvPNOId+89tprdXV19kcZa4811dzc7OnpKSQAw19NZ8+Y3XPy5Mlmh7rw14ceesjwtRBEDOvHTJo0yTiHxtrtpk9y+/btQn664447hD9N1842vc/NmzenTp3a5lwZ4ckb1tERItG8efOqqqqIMrAX22I7qoY97sOL4LDPkcX+vDm28L+wvA+gm9lzkQVEGRBlRL/y7wo5L4LDXvy4n6NMTk4O7wMAUQZEGYpy1gtMpqfTARBlQJShKCeLMhqNhvcBgCgDogxFOVM9GJNgjDLG7XIAEGVAlKEo51tXJjk5mfcBgCgDogxFOWuU4QITQJSBc2OJPMoF6+HIWKIMQJSBRMzO30djo1x5O8mMjAzeBwCiDJyYzyfFNDbKlaMM68rAtpaWlvzd+6PiU+OSNn5adKC9Dy8tLX366af79OkzZswY426Ov2jSVjZgMrv9rrvuMnvgvn37Ro4cOWLEiIKCAsMtu3bt8vT0bG5utpwGLG27bfw6Ly9vwoQJPXv2FP60tm6v2S1mC/i6ubkNHz584cKFxu0Lvre+tu9tlhBl0EGrD35OY6OIMoBFOp3uXblq0OQXDbvZe/x6WVB4vLWs0NrXX38tpA0hwVy5cqWqqurFF1+0J2G0lp2dbdhf2pSQOYT8sX37dsOOS3q9fvz48cJfraYB66FEyFuDBg0SEozw++7YscPabko2oozw5/Xr10+dOqVQKPr373/kyBH7fzuBn5/fu+++S5RBB8mOHqOxUa5Wz4aqjFHG9H9AATPB637ax/6n6j12vnqDvRclhewSExPTxqUTO5r91KlT//Of/5jdaLYPdlRUlJeXV7t+kPGWhQsXtrnHdZtRxigoKOiPf/yj/b9dRkbGCy+8cPPmTaIMOkhTfprGRrlazQkJZztJ2HNKZvYLq0xzjKFe8pW1tLTY8x2GDBmiVCqHDRs2YMCAZcuW1dfXW0wYAwcO7N2798SJEyMjI2/cuGF2h+3bt7/00kutH2i6D3ZdXd3gwYO1Wm3HooyHh8e5c+eMtwtf33///R2OMhUVFcJvZGeUKSoqmjlzZlNTUxuBj8MRNmSePktjo1ytFitDiDJoU2VlpcdU79ZRxmv+SouhpLXbb7/d29u75geLFi3y8fGxds/vvvvu8OHDTzzxxMqVK1ufkjlx4kTrh5jug/3GG2/4+voabhk5cuT+/fvbFWV69eolPAHTJyPc0uEoc+3aNTc3N+N/sjEhRgg9jz76qPDitPlKEmVgy/6Ll2hslKuVb4CCKINuOCvTr1+/y5cvG74WGrbxXIU1VVVV/fv3N71l586dzz33nO1HabXawYMH19XVjR8/Pu8HkyZNusWzMkOHDjV8LYQS07lBwtd33HFHm2dlBg0a1OZZmStXrggp7auvvrLnlSTKwJbjV+ppbJSr1Vo/P2OUMc5PBFqTK6N6jP7FXBn3MfMiY+3d7GL69OnGUw7CF8YGb8358+eNGcLg8ccfLyoqsv0oLy+v6Ojo71vNnrE/yrSeKzNv3jzD156enseOHTP+p9LS0gcffNB2lFEoFHPnzrUdZa5fvz5r1qw9e/bY+UoSZWDzDGpDA42Ncqnqm6iRmRDemnkfgDWXL19evTa499j5hhxz76QX3w+MaGxstPPh69evX7JkifECk3HKi2mDf/755w8fPix8zxMnTgih5M033zS9hDRt2jTbPyInJ2fChAl6vf77X86eaVeU+eKLL4SYtWPHDp1Ol5eXJ3x98ODBH8OcXP7kk09qtdqmpibhT+HrwMBAi1FGeA4VFRVCjhkwYMDRo0dtRxkfHx+1Wm3/PwRRBm1wS0mnvVGuU6Nik0yjTHl5OW8CsKG5uTljc44iPEG5Tr0t92M7Ly0ZvffeewMHDrznnnuWLl1qnGFj2uBzc3MfffTR3r17jxkz5t133zWdADtjxgzbiwUIz83T03P37t3G6GOcPWMxypjNWTF9Gtu3bxeS0O233y7caPqJ7uvXrwtpRvgp7u7uwp/+/v6G2PR9q3VlhMcOGzZs4cKFpmdxWFcG3WTilh20N8p1anJUnGmUqa2t5U0A3czO1VYcYs6cOQqFQnSvGAcNbJu/7xPaG+Wa6+MJjP+LCUBw+vTpgQMHXrx4kSgDZ8IqeZRL1Z9Cwow5JiwsjHcAwAnOY/ESwLbsyiraG+U69XKQ0hhlUlJSeAcAiDJwenwem3KpWuUfYIwyW7du5R0AIMrA6elbbvIhJspFyi0pzXSiDOvjAUQZSMSUbXk0OcoVanD8etMo8+WXXzL8AaIMpGBRwWc0OcoVakrkLz6JXVVVxfAHiDKQAuUxLU2OcoV6PjTcNMrodDqGP0CUgRTknD1Hk6NcbSPJgIAAxj5AlIFEnKzX0eQoyZe7OtX0lExcXBxjHyDKQDoGpmfR6ihp14MxCaZRxvbuNgCIMnAyzPylJF9e4RGmUca4eS8AogykIPnrU7Q6StrlExTMRpIAUQaSVdnQQKujJFw9ktP+6Sc35hilUsmoB4gykJpx2dtpeJRUa3hcsukpmYyMDIY8QJSB1CwvOkjDo6Raj62LNo0yRUVFDHmAKAOpYXUZSsI1PzjMNMpUVlYy5AGiDKSmvrmZfSUpqU6UeVvub8wxcrm8ubmZIQ8QZSBBj+V+TNujpFcPxKhNT8mo1WoGO0CUgTTJjh6j7VGS33opPz+fwQ4QZSBN+y9eou1R0r66JNBqtQx2gCgDadK33OybuonmR0n46pJcLm9sbGSwA0QZSJbPJ8U0P0pK9UyoyjTKpKWlMcwBogykjGtMlMRqlX8AWy8BRBm4Fo/MbfQ/Sho1KjaJq0sAUQYuh88xUZKp2WHruLoEEGXgcthakpLq1aVDhw4xwAGiDFzC9B276IKUxK4uCXQ6HaMbIMrAJSR/fYpGSElsZbyUlBSGNkCUgatouK5335BBL6Sct3qrNWv9/EyjTElJCUMbIMrAhXgXFtEOKeet6euiuLoEEGXg0vZeqKYdUs67WYHZhF+uLgFEGbiiEZu20BQpZ6zx0fFmp2RYGQ8gysAVKY9paYqUM9bLQUrTHBMSEqLX6xnRAFEGLqe+ubl/2mb6IuVcNTQ+2eyUzN69exnOAFEGLoqVfyln/wy2XC5nwi9AlAEnZmiQlLN+BjsrK4uBDBBl4NJWH/ycBkk5S81QmX8Gu6qqilEMEGXg0qqvXWO5PMopyi0pbbW/v2mOSUhIYAgDRBng+5UHDtMmKWc8JcNnsAGiDMCJGco5yl2dukYu5zPYAFEGsOyVzw7QLCkx1+ywdWanZAoKChi5AFEG+NEp3VW3lHT6JSXOGpCQYvbBpYCAgIaGBkYuQJQBfubzSTEtkxJnzQkJ55QMQJQB2nD+28a+qZvompT4l/dVKpVNTU2MWYAoA5iL0J6kcVJiK++gYLMoU1JSwmgFiDKABfqWmxO37KB3UuIpj1i1WY6Jiorig0sAUQaw6rNLNbRPSjy1PDDILMqUlpYyTgGiDGCLd2ERHZQSQ02JjDPLMSzvCxBlgLZVX7vGHpOUw6tf4gazNfEEFRUVjFCAKAO0LearMlop5dharAwxyzEajYaxCRBlALvoW24+krOTbko5qsZHx8taqa6uZmwCRBnAXgdqammolEOqt1rzttzfLMfk5OQwKgGiDNA+bMxEOaQWBoea5RiVSsWaeABRBmi3hut6z6wcOivl8EtL5eXljEeAKAN0xBffXHHfkEF/pRx4aSkrK4uRCBBlgI5jNwPKgZeWQkJCGhsbGYYAUQa4JXP2FNJlKYdcWjpx4gQDECDKALeqvrl59Kat9Fqq62pAQkrrBfG4tAQQZYBOc6Cm1i0lnY5LdUX1TEp9PVDBpSWAKAN0LeUxLU2X6p4pMlxaAogyQJeYnb+Pvkt1bs1QRbXOMVxaAogyQJeobfpuSPqHdF+qs8ozJvE9mZ9ZjomKimJBPIAoA3SVzy7V9NGw0gzVCTUwYf0//cyn+ioUipqaGgYaQJQBulDO2XO3r6cTU7c61dc3QMEUGQBEGThGwslymjF1K7VYGdI6xxQUFDC4AKIM0E3+ceAw/ZjqWM1URbbOMenp6S0tLYwsgCgDdJ8FO/fQlan21mProlvnmJiYmObmZsYUQJQBupW+5ebMrbn0Zsr+mhhlYXcChUJRW1vLgAKIMoADNFzXT9qUTYem7NxlqfVHrwXl5eUMJYAoAzhM9bVro9I20aepjuWYwsJCBhFAlAEc7GS97p6UD+jWlLXyiFVbzDH5+fkMH4AoA4jCV3X1g9az3yRloUbFJrVeCk+QnZ3NwAFAlIGInNPphian0rkpe3JMVlYWH70GQJSB6FTU1t6fpKF/U4YaHL+eHAOAKAMnc7b60v0JKXRxalRs0hq5hRyj0WjIMQCIMhB7mpmUsJ5e7so1OSrO4jzflJQUlsIDQJSBE6jXXf2VmnMzLlozVFEyS8gxAIgycLI0MyuZeTOuVT2S054PDbeYY+Li4sgxAIgycDJC63puPZ9pcpXqmZS6LCjY2vmYpqYmRgQAogycMs3844NN7moCjcSrb6Lm9UCFxRyzdetW5vkCIMrAiQltLCpz8+B4JgJLtobGJ6/297eYYwoKChgCAIgykEKa2bbz48lRcXR96dWDMQkWF4+Ry+VHjx7l4AdAlIF0CP+D/kyoqkdyGu1fGuWWlCb8g1o8GaNQKM6cOcMxD4AoA6kpLy9/PUzVL3EDOUACK/kuDwyymGPCwsJqamo42gEQZSBNdXV1yvj4B2LUpAHnrUciYtf6+VnMMQkJCQ0NDRznAIgykLLm5uYPt2ydvi6Ki01OV73VmkXKEJkVGRkZLB4DgCgDV3Ho0KHXg4KHxieTD5ylHohRr/IPsBhiAgIChH9QjmoARBm4lvPnz4ep1j0dFuGWxOkZsS/j6xUeYXFbJcNKvtXV1RzPAIgycEUNDQ1paWkrAgI9Ypk9I9IaHpf8qiLI2kWlvLw8vV7PkQyAKAPX1dLSsnfvXrlc/myoinWBxTYzxtqeSoKQkJCysjIOYABEGeC/qqurExISVvkHjItOIEOI4YrS1IiYNXK5tRyTlpam0+k4bgEQZYBfnJ4pLi4OCAhYGBzaN5FdtR1WHrFqaxsqGZbxLSoqYlslAEQZwLK6ujqNRrPWz2922LreagJNt1a/xA3zg8Nk1qnV6gsXLnCUAiDKAG04cuSIUqlcI5fPVEUygaZ7diGYoYqyuJuScWYMeyoBIMoA7aDT6TIzM4UmKgSax9ZF84HtrgsxD0fGrggItHFFaefOnU1NTRyTAIgyQLudOHEiLOy/lzxW+/s/EhHLAsGdWO7qVCEjCi+sjStKGo2GDZUAEGWAW6LX60tKSkJC/rte/oqAwCmRcQSaW6y+iZqZqkgbH1ASqFQqrVbL4QeAKAN0jqampsLCQqVSKXTZlQEB09ZFMym4YxN7Z4ets7YZpHEXgoKCAnZTAkCUAbok0OTn5wu9Vui4Qj+eExI+PI5dnOyqgQnrhZfL2uYDxhCTm5tbV1fHkQaAKAN0oYaGhry8PPlP10deVQQ9HBnLvGBrs3onR8V5BwXLbFIqlUJGFF5Yji4ARBmgm9TV1eXk5BgDzRq5/OmwiAEJKcQX40bWc0LCbXy+2iAsLKywsJAPKAEgygCOUV9fv3v3bsOkYINlQcEPR8a67EyaofHJQqRb5R8ga4tKpSopKWEzSABEGcDxhH5cWlqqVqtNW/XLQcpp66Jd5DxNv8QNwi+7PDBIZoeYmBjh5WLzAQBEGUB0Lly4kJuba5gXbPR6oOKp8EjpTRDukZw2Ii5phirKJyjY9nxe46zerVu3VlRUcJwAIMoAotbU1FRcXBwVFWXWy1f5BzwTqnogRt0zKdWpLyE9ti7aOyi4zXkwphtZl5aW8vlqAEQZwMmcOXMmNzfXdCaNwXsyv+WBQc+Gqh6OjB0cv94pPkr9SETs/OAw2+vamUlISBAinU6n40gAQJQBnFtVVdXu3btbn6cx+KeffFlQsFd4xLjoBDHMF+6ZlDo0PnliVLzwlBYpQ2zvLWBxPq/wy1ZXV/PvDoAoA0hNTU3Np59+ajZB2MzKgADvoOBnQ1XT10VNjoobFZvUL3FDl+6FNCIu6ZGI2Nlh6xYrQ1YGBMjaTy6XJycnFxQUVFZWMp8XAFEGkD6dTnfo0KG0tDSFQmFPVnhP5ieEDJ+g4Dkh4TNVkVMi4wz1QIzaI/bHGh6X3D9hg7H6JmqEP4UkJPwnw52FBz4VHil8h/nBYcK3ekWhfFvuL7sFCQkJ+fn5FRUVzIMBQJQBXFRLS0t1dfWRI0dyc3Pj4uJkohcTE5OXl6fValnXDgBRBoC55ubmM2fOFBUVZWZmtp4v3P0UCkVCQkJ2drbwlMrKythbAABRBkA71NfXV1RUHDlyZO/evVu3bk1JSVGpVF0XXJRKZXJycl5eXklJSXl5ufDT+ScAQJQB0MlaWlqEkFFZWVlaWlpYWJjzk7S0NM1P1Gp1hImwsDDhTyEJCf/JcGfhgZ9++qnwHbRarfCtzp8/39jYyGsLgCgDAABAlAEAACDKAAAAEGUAAABRBgAAgCgDAABAlAEAAEQZAAAAogwAAABRBgAAgCgDAACIMgAAAEQZAAAAogwAAABRBgAAEGUAAACIMgAAAEQZAABAlAEAACDKAAAAEGUAAACIMgAAgCgDAABAlAEAACDKAAAAEGUAAABRBgAAgCgDAABAlAEAAEQZAAAAogwAAABRBgAAgCgDAACk6v8D7BQu0eISXyEAAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_T12026_V-67310821_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_T12026_V-67310821_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_T12026_V-67310821_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_T12026_V-67310821_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_T12026_V-67310821_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_T12026_V-67310821_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_T12026_V-67310821_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_T12026_V-67310821_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_T12026_V-67310821_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_T12026_V-67310821_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_T12026_V-67310821_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_T12026_V-67310821_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_T12026_V-67310821_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_T12026_V-67310821_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_T12026_V-67310821_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_T12026_V-67310821_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_T12026_V-67310821_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_T12026_V-67310821_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_T12026_V-67310821_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_T12026_V-67310821_da">g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 1.407,03 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_T12026_V-67310821_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO.
a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados.Trimestre marcado totalmente por la guerra de Ir&#225;n. Despu&#233;s que las bolsas empezaran con buen tono a pesar de algunas correcciones en las compa&#241;&#237;as de software, la prolongada guerra con Ir&#225;n hizo que las bolsas corrigieran entorno a d&#237;gito alto desde m&#225;ximos. Los recortes fueron especialmente m&#225;s profundos en Europa con mayor dependencia energ&#233;tica que Estados Unidos. El petr&#243;leo se dispar&#243; por encima de los 100 d&#243;lares y las rentabilidades de los bonos de toda la curva tambi&#233;n lo hicieron.

b) Decisiones generales de inversi&#243;n adoptadas.
El fondo que empez&#243; muy bien el a&#241;o no estuvo exento de las correcciones con una exposici&#243;n en Europa mayoritaria y con fuerte presencia en empresas relacionadas con el turismo. Sin embargo, el hecho que tuvi&#233;ramos tambi&#233;n una posici&#243;n holgada de caja hizo que tambi&#233;n pudi&#233;ramos aprovechar para comprar fuertemente en momentos oportunos. La idea del fondo sigue siendo la misma, tener una cartera equilibrada con algo de flexibilidad en caja para poder invertirla en momentos como el vivido.
c) &#205;ndice de referencia.
La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inversi&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndice de referencia, sino que toma como referencia el comportamiento del &#237;ndice en t&#233;rminos meramente informativos o comparativos. El Tracking error o desviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 4,89% durante el periodo y en los &#250;ltimos doce meses ha sido del 4,97%. Un tracking error superior al 4% indica una gesti&#243;n activa.
La rentabilidad neta de la IIC en el periodo ha sido del 1,19%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 3,08%.

d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC.
Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n positiva del 4,99% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 129 participes, lo que supone una variaci&#243;n del 6,67%.   La rentabilidad neta de la IIC durante el periodo ha sido del 1,19%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,39%. 
e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.

La IIC ha obtenido una rentabilidad neta en el periodo de un 1,19%, a su vez durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco Gesti&#243;n SGIIC, S.A. ha registrado una rentabilidad media durante el periodo del  -0,95%.En el cuadro del apartado 2.2.B) del informe  se puede consultar el rendimiento medio de los fondos agrupados en funcion de su vocaci&#243;n gestora.
2. INFORMACION SOBRE LAS INVERSIONES.
a)	Inversiones concretas realizadas durante el periodo.Como hemos comentando en el anterior apartado aprovechamos para incrementar posiciones en pr&#225;cticamente en todas las posiciones que ten&#237;amos especialmente en aquellos m&#225;s castigados, ya sea por el incremento de yields o por la percepci&#243;n del mercado que los resultados pueden verse mermados. Por otro lado, aprovechamos para abrir una posici&#243;n en Philips, sector de aparatos m&#233;dicos y con una fuerte reconversi&#243;n interna dentro de la empresa que creemos que puede hacerla cotizar cerca de sus hom&#243;logos. En cuanto a los valores que han aportado m&#225;s este trimestre tenemos a Air Liquide, Sixt y las compa&#241;&#237;as de telecomunicaciones. Por el lado negativo, tenemos Relx, afectada por la tendencia IA y valores como Intesa o Marr, afectadas por la percepci&#243;n de riesgo de la guerra.


b) Operativa de pr&#233;stamo de valores.
  	La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
c) Operativa en derivados y adquisici&#243;n temporal de activos.
Durante el periodo el fondo no se han realizado operaciones en instrmentos derivados.  
La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,7896%.

d) Otra informaci&#243;n sobre inversiones.
	En cuanto a productos estructurados, activos en litigio o activos que se incluyan en el art&#237;culo 48.1j del RIIC, la IIC mantiene en cartera acciones de: MARTINSA FADESA con un peso patrimonial de 0%.GVC GAESCO DIVIDEND FOCUS CLASSE A FUND, promueve caracter&#237;sticas medioambientales o sociales ( ART. 8 Reglamento (1E) 2019&#47;2088, la puntuaci&#243;n ESG de la cartera a final de periodo era del 3,99 sobre 5. La informaci&#243;n sobre las caracter&#237;sticas medioambientales y sociales que promueve el Fondo est&#225; disponible en el anexo  de Sostenibilidad al Informe  Anual.

3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.
N&#47;A
4. RIESGO ASUMIDO POR EL FONDO. 
La Volatilidad de la IIC en el periodo ha sido del 10,54%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 11,77%. La beta de GVC GAESCO DIVIDEND FOCUS CLASSE A FUND, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,8.GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen invertido. En condiciones normales se tardar&#237;a 0,97 d&#237;as en liquidar el 90% de la cartera invertida. 
5. EJERCICIO DERECHOS POLITICOS.
El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n SGIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;cipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empresas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posici&#243;n global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad Gestora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos en que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos econ&#243;micos a favor de los inversores, tales como primas de asistencia a juntas.

6. INFORMACION Y ADVERTENCIAS CNMV.N&#47;A

7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO ALAS MISMAS.N&#47;A
8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.
Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis.
9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).N&#47;A
10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.Los mercados han recuperado con fuerza a partir del mes de marzo, despu&#233;s de diferentes treguas y calma relativa en el pr&#243;ximo oriente. El petr&#243;leo sigue por eso en zonas elevadas, cosa que nos castiga bastante en relaci&#243;n a los comparables al no tener exposici&#243;n por ser un fondo ESG. Seguiremos de cerca la evoluci&#243;n del conflicto para ver si tomar m&#225;s posiciones o no en RV. seguimos pensando lo dicho en anteriores informes. Lo normal es que el fondo muestre una mayor robustez en momentos de tensi&#243;n en los mercados y lo contrario, que no suba con tanta vehemencia en momentos de euforia.</iic-com:ExplicacionInformePeriodico>
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